Embedded newform data - 64.10.a.m.1.2

Formats: - HTML - YAML - JSON - 2026-01-23T04:33:29.492229

• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_largest	boolean
  is_maximal	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 6400, 'analytic_conductor': 32.96229351448788, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1]], 'atkin_lehner_string': '+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [64, 1, [63, 5], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 424, 'field_disc_factorization': [[2, 3], [53, 1]], 'field_poly': [-106, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-19392, -176, 1]]], 'hecke_orbit': 13, 'hecke_orbit_code': 54043195696218176, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 16, 'hecke_ring_index_factorization': [[2, 4]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '64.10.a.m', 'level': 64, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '32.10.a.b', 'nf_label': '2.2.424.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(88+\\beta )q^{3}+(-702-8\\beta )q^{5}+(-1392+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '64.10.a', 'trace_display': [0, 176, -1404, -2784], 'trace_hash': 117742609799610158, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.925', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.174', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '62.218', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [2, 0, 176, 0, -1404, 0, -2784, 0, 30394, 0, -6896, 0, 45556, 0, -557728, 0, -472188, 0, 780912, 0, -787712, 0, -3883680, 0, 552766, 0, 8762336, 0, -3909612, 0, -4857216, 0, -13469312, 0, 6296128, 0, -8608892, 0, 20941792, 0, -32359020, 0, -32230512, 0, -97751564, 0, 20943040, 0, -71404686, 0, -163990176, 0, -51108252, 0, 107740704, 0, -114230656, 0, 63098960, 0, -25048812, 0, -137827168, 0, -167443224, 0, 224200368, 0, -390283008, 0, -6805472, 0, -23217420, 0, 658226512, 0, 138223872, 0, -726598848, 0, 769941010, 0, 27482736, 0, 1310977032, 0, -318429472, 0, -71429100, 0, -232742592, 0, 593312768, 0, 915407072, 0, 1850743460, 0, -2368592176, 0, 1029457284, 0, 1168710816, 0, 1539421696, 0, -1960203376, 0, -137353996, 0, 2328106336, 0, 1125260004, 0, 3114496704, 0, 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• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
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-0.2829162545819726, -0.29429378250458754, -0.18194089583008313, -0.3246051941091944, -0.29965191045297135, -0.1948324064586661, -0.27690784830399234, -0.38230447309373755, -0.3565940238338412, -0.31858349016025916, -0.38314584820614767, -0.3271742122177121, -0.19152359877043584, -0.32637848012645887, -0.41666692790321697, -0.22743035480272566, -0.1528852464467665, -0.2610413258599847, -0.33963124851702037, -0.039240251564595534, -0.1280975379746638, -0.31868731401846273, -0.233285655847533, -0.2775786373512786, -0.21368510829049242, -0.40878212244915896, -0.445715522099716, -0.3457990035219761, -0.37928533694538513, -0.2663948609188744, -0.13421284607421846, -0.27996707149492517, -0.294023514498234, -0.16308152928583075, -0.2251562526817008, -0.19074468148923432, -0.21447498461327288, -0.2336153402647374, -0.22695268702506516, -0.4087994579710154, -0.15063602997112072, -0.4141302043837887, -0.10556226215394492, -0.3471948653474898, -0.2427269144502206, -0.23119954909824394, -0.13298228482505697, -0.38561764828181266, -0.2648463983739454, -0.20822863540332265, -0.27228277231009257, -0.12574702362933887, -0.35486869529152, -0.2842950517275628, -0.4142352949277882, -0.2608615577410762, -0.273321832441091, -0.25499608138746244, -0.19417522781077626, -0.1371025039947621, -0.3848716927974513, -0.17238218673351285, -0.33750822872337344, -0.37715944613039315, -0.1783886207536682, -0.2861426546791714, -0.22044119024868575, -0.23331023472939058, -0.14979642086153017, -0.15030117458357678, -0.1888110497181868, -0.15346206627548475, -0.39054018003023155, -0.266768529637776, -0.38835103174153357, -0.12741460912442085, -0.36292235967432757, -0.2548445122418073, -0.22075781162734862, -0.22421614817297203, -0.2502963008648273, -0.1504494020060291, -0.1767018388272239, -0.2336793723548316, -0.18154101815741264, -0.3580514215334794, -0.1439636007438056, -0.1959365807685559, -0.2831209670769371, -0.39526976994996177, -0.2193648025868821, -0.20303285440183158, -0.2421641040560017, -0.23425340036681008, -0.21584063425041403, -0.34522033591785733, -0.1616980574795249, -0.25566243358417956, -0.15349589442734793, -0.2055778247744626, -0.23740442367838246, -0.055886607691562944, -0.204875738339447, -0.3267838366867573, -0.442190424035773, -0.17565358092369893, -0.17842246613743545, -0.31408463146129634, -0.20299735662425775, -0.17451753605536868, -0.22486941238046976, -0.3674304918106513, -0.047875811462722795, -0.26350784891333645, -0.24697797131425203, -0.22237918128230524, -0.31620723182391675, -0.1954668469779578, -0.33960274697895065, -0.2695255036579997, -0.31555836044972085], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': 10.295630140987, 'hecke_orbit': 13, 'hecke_orbit_code': 54043195696218176, 'label': '64.10.a.m.1.2', 'level': 64, 'weight': 10}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'ALdims': [8, 9], 'ALdims_eis_new': [1, 1], 'ALdims_eis_old': [5, 5], 'ALdims_old': [24, 25], 'Nk2': 6400, 'analytic_conductor': 32.96229351448788, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [64, 1, [63, 5], [1, 1]], 'conrey_index': 1, 'cusp_dim': 66, 'dim': 17, 'eis_dim': 12, 'eis_new_dim': 2, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 167772224, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2], 'label': '64.10.a', 'level': 64, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 78, 'mf_new_dim': 19, 'num_forms': 13, 'plus_dim': 8, 'prim_orbit_index': 1, 'relative_dim': 17, 'sturm_bound': 80, 'trace_bound': 5, 'trace_display': [0, 0, 2, 0], 'traces': [17, 0, 0, 0, 2, 0, 0, 0, 98413, 0, 0, 0, 194618, 0, 0, 0, -203998, 0, 0, 0, -1998592, 0, 0, 0, 6799887, 0, 0, 0, -633398, 0, 0, 0, -77184, 0, 0, 0, 18215938, 0, 0, 0, -11923478, 0, 0, 0, -18175686, 0, 0, 0, 63412809, 0, 0, 0, 236380786, 0, 0, 0, 109664640, 0, 0, 0, 299486666, 0, 0, 0, -179110092, 0, 0, 0, -989715712, 0, 0, 0, 120854874, 0, 0, 0, -564067584, 0, 0, 0, 670025305, 0, 0, 0, 1741382148, 0, 0, 0, -1122883862, 0, 0, 0, -3447808, 0, 0, 0, 359465138, 0, 0, 0, -2322146302, 0, 0, 0, -2177537536, 0, 0, 0, -2292160454, 0, 0, 0, -4897701230, 0, 0, 0, 3965399954, 0, 0, 0, 2597599141, 0, 0, 0, 2007162228, 0, 0, 0, 3803872896, 0, 0, 0, -1742379776, 0, 0, 0, 6227430602, 0, 0, 0, -3094551040, 0, 0, 0, 12470399060, 0, 0, 0, -2317621646, 0, 0, 0, -12203999270, 0, 0, 0, -11543655766, 0, 0, 0, 11871693312, 0, 0, 0, 60562163968, 0, 0, 0, -18843257753, 0, 0, 0, 17615649626, 0, 0, 0, 17110035584, 0, 0, 0, -68380677742, 0, 0, 0, -7890709052, 0, 0, 0, -18847585792, 0, 0, 0, -45537223278, 0, 0, 0, 20060461058, 0, 0, 0, -13788773504, 0, 0, 0, -22382268780, 0, 0, 0, -4505596800, 0, 0, 0, 51349563648, 0, 0, 0, 41796728832, 0, 0, 0, -27452114316, 0, 0, 0, 131210435891, 0, 0, 0, -31123645214, 0, 0, 0, -86720068486, 0, 0, 0, -255080609280, 0, 0, 0, 25978710018, 0, 0, 0, 142945373554, 0, 0, 0, -223274573440, 0, 0, 0, 200886839552, 0, 0, 0, -130940641246, 0, 0, 0, -58199972638, 0, 0, 0, 230631326884, 0, 0, 0, 67511442266, 0, 0, 0, -54507396608, 0, 0, 0, 90073816466, 0, 0, 0, 261282738922, 0, 0, 0, 455148564224, 0, 0, 0, 439067436707, 0, 0, 0, -47616515294, 0, 0, 0, -250823440128, 0, 0, 0, -564446041344, 0, 0, 0, 74375997524, 0, 0, 0, -241424749312, 0, 0, 0, -276496430726, 0, 0, 0, 237015937706, 0, 0, 0, -694177495424, 0, 0, 0, 247961454342, 0, 0, 0, 366278022144, 0, 0, 0, -829799056070, 0, 0, 0, 328249997746, 0, 0, 0, -408547611648, 0, 0, 0, 626567773696, 0, 0, 0, 883470886346, 0, 0, 0, 298422333250, 0, 0, 0, 903179137536, 0, 0, 0, -1217286138659, 0, 0, 0, -621391059084, 0, 0, 0, -1366616510846, 0, 0, 0, -2237857252750, 0, 0, 0, 44003545476, 0, 0, 0, 2270055002112, 0, 0, 0, -1757396189696, 0, 0, 0, 2066108108578, 0, 0, 0, 2551148141440, 0, 0, 0, -2087306554086, 0, 0, 0, 1002967141154, 0, 0, 0, -3405103876206, 0, 0, 0, -392022022566, 0, 0, 0, 3355065904896, 0, 0, 0, 2316829954688, 0, 0, 0, 2110703965410, 0, 0, 0, -921578630882, 0, 0, 0, -4806047755008, 0, 0, 0, -167280191934, 0, 0, 0, -146169245952, 0, 0, 0, -888154749755, 0, 0, 0, 6711898501268, 0, 0, 0, 191239417234, 0, 0, 0, 600329728768, 0, 0, 0, 579295183626, 0, 0, 0, -9097072544486, 0, 0, 0, -1421776754688, 0, 0, 0, -687126433536, 0, 0, 0, 4345591921536, 0, 0, 0, 12714120714218, 0, 0, 0, -491127156940, 0, 0, 0, 767876660004, 0, 0, 0, -623463610496, 0, 0, 0, -10139494558316, 0, 0, 0, -812818924032, 0, 0, 0, -2657404021504, 0, 0, 0, -2207715609148, 0, 0, 0, 15624704163274, 0, 0, 0, -3657265762560, 0, 0, 0, 4529911476736, 0, 0, 0, -2173439826742, 0, 0, 0, -25645661913344, 0, 0, 0, 544351664313, 0, 0, 0, -9332329785660, 0, 0, 0, -3974215658112, 0, 0, 0, 15417913884906, 0, 0, 0, 1469393368884, 0, 0, 0, 14171015703778, 0, 0, 0, 3563579083776, 0, 0, 0, -25634098997990, 0, 0, 0, 9869175209216, 0, 0, 0, -13389144230172, 0, 0, 0, 2026137454970, 0, 0, 0, 32331658328064, 0, 0, 0, 4964028943394, 0, 0, 0, 20613615998208, 0, 0, 0, -7767155922204, 0, 0, 0, -30613156498432, 0, 0, 0, -3975224082574, 0, 0, 0, -20756477028096, 0, 0, 0, -3816587499798, 0, 0, 0, 49752083103914, 0, 0, 0, -6343224471040, 0, 0, 0, 18487040576290, 0, 0, 0, 5534493313594, 0, 0, 0, -58895196471808, 0, 0, 0, -6247899282051, 0, 0, 0, -25515306567164, 0, 0, 0, 4303414243712, 0, 0, 0, 48677418089962, 0, 0, 0, 15633711086546, 0, 0, 0, 42110432379136, 0, 0, 0, -4401643895424, 0, 0, 0, -53551709562022, 0, 0, 0, 5105526239282, 0, 0, 0, -27846959901518, 0, 0, 0, -5975406226944, 0, 0, 0, 78268079193088, 0, 0, 0, -5230602960270, 0, 0, 0, 42222052770818, 0, 0, 0, 5137550630784, 0, 0, 0, -91115741664172, 0, 0, 0, -2075073290604, 0, 0, 0, -49102993840384, 0, 0, 0, 11414622555604, 0, 0, 0, 79263052959178, 0, 0, 0, 15544831327232, 0, 0, 0, 35528982829282, 0, 0, 0, -14949668001792, 0, 0, 0, -126701929046528, 0, 0, 0, 6953157506560, 0, 0, 0, -39825997186186, 0, 0, 0, -21539698681451, 0, 0, 0, 115619262214026, 0, 0, 0, -33353558259072, 0, 0, 0, 40254779278080, 0, 0, 0, 26371594839204, 0, 0, 0, -124294832006400, 0, 0, 0, -12310098668416, 0, 0, 0, -41957089263214, 0, 0, 0, 7294896747322, 0, 0, 0, 215056004299892, 0, 0, 0, -4783884618798, 0, 0, 0, 4469882281762, 0, 0, 0, -14395782755840, 0, 0, 0, -146645851899136, 0, 0, 0, 594521085460, 0, 0, 0, -54858962566912, 0, 0, 0, 7275232135556, 0, 0, 0, 150880707070634, 0, 0, 0, -12582494232190, 0, 0, 0, 69171883140096, 0, 0, 0, -6222267842582, 0, 0, 0, -219934060281344, 0, 0, 0, 20476861606016, 0, 0, 0, -53132747779918, 0, 0, 0, 23037723848064, 0, 0, 0, 186620268394378, 0, 0, 0, 26419609165714, 0, 0, 0, 103435542358016, 0, 0, 0, -10084045936873, 0, 0, 0, -198814169718290, 0, 0, 0, -2111451455360, 0, 0, 0, -77954196166830, 0, 0, 0, 6032249570458, 0, 0, 0, 278895779785216, 0, 0, 0, 29202445242740, 0, 0, 0, 99364459863552, 0, 0, 0, 66643465232682, 0, 0, 0, -197543379349894, 0, 0, 0, -35149879382830, 0, 0, 0, -197234149946112, 0, 0, 0, -23226765729792, 0, 0, 0, 175959410327040, 0, 0, 0, -46142990211584, 0, 0, 0, 133846895453924, 0, 0, 0, -803313658140, 0, 0, 0, -265647361006278, 0, 0, 0, -49264413367168, 0, 0, 0, -163506552143616, 0, 0, 0, 78779156862336, 0, 0, 0, 240959373894718, 0, 0, 0, 398584664690, 0, 0, 0, 175951345739520, 0, 0, 0, -41643239715270, 0, 0, 0, -165106896392582, 0, 0, 0, 3142982263808, 0, 0, 0, -89448619304924, 0, 0, 0, -86179786522246, 0, 0, 0, 314259815812352, 0, 0, 0, -40861620347663, 0, 0, 0, 122425574439140, 0, 0, 0, 23107705035520, 0, 0, 0, -281270804151552, 0, 0, 0, 76344138009826, 0, 0, 0, -144610001898606, 0, 0, 0, -54696617359932, 0, 0, 0, 216812328624384, 0, 0, 0, 127172365929088, 0, 0, 0, 58390499364290, 0, 0, 0], 'weight': 10, 'weight_parity': 1}
• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 47553636
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 54043195696218176, 'source_is_minimal': False, 'source_label': '64.10.a.m.1.2', 'source_level': 64, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 54043195696218176, 'target_is_minimal': False, 'target_label': '64.10.a.m.1.2', 'target_level': 64, 'twist_class_label': '32.10.a.b.1.1', 'twist_class_level': 32, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 47553637
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 54043195696218176, 'source_is_minimal': False, 'source_label': '64.10.a.m.1.2', 'source_level': 64, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532396814106688, 'target_is_minimal': False, 'target_label': '64.10.a.j.1.1', 'target_level': 64, 'twist_class_label': '32.10.a.b.1.1', 'twist_class_level': 32, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 47553638
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 54043195696218176, 'source_is_minimal': False, 'source_label': '64.10.a.m.1.2', 'source_level': 64, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014398677254176, 'target_is_minimal': True, 'target_label': '32.10.a.e.1.2', 'target_level': 32, 'twist_class_label': '32.10.a.b.1.1', 'twist_class_level': 32, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 47553639
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 54043195696218176, 'source_is_minimal': False, 'source_label': '64.10.a.m.1.2', 'source_level': 64, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599795142688, 'target_is_minimal': True, 'target_label': '32.10.a.b.1.1', 'target_level': 32, 'twist_class_label': '32.10.a.b.1.1', 'twist_class_level': 32, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 10}
  • id: 47553640
    {'conductor': 16, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 54043195696218176, 'source_is_minimal': False, 'source_label': '64.10.a.m.1.2', 'source_level': 64, 'target_conrey_index': 129, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 49539664788324608, 'target_is_minimal': False, 'target_label': '256.10.b.l.129.1', 'target_level': 256, 'twist_class_label': '32.10.a.b.1.1', 'twist_class_level': 32, 'twisting_char_label': '16.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 47553641
    {'conductor': 16, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 54043195696218176, 'source_is_minimal': False, 'source_label': '64.10.a.m.1.2', 'source_level': 64, 'target_conrey_index': 129, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 63050463670436096, 'target_is_minimal': False, 'target_label': '256.10.b.o.129.1', 'target_level': 256, 'twist_class_label': '32.10.a.b.1.1', 'twist_class_level': 32, 'twisting_char_label': '16.5', 'twisting_conrey_index': 5, 'weight': 10}
  • id: 47553642
    {'conductor': 16, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 54043195696218176, 'source_is_minimal': False, 'source_label': '64.10.a.m.1.2', 'source_level': 64, 'target_conrey_index': 129, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 49539664788324608, 'target_is_minimal': False, 'target_label': '256.10.b.l.129.4', 'target_level': 256, 'twist_class_label': '32.10.a.b.1.1', 'twist_class_level': 32, 'twisting_char_label': '16.11', 'twisting_conrey_index': 11, 'weight': 10}
  • id: 47553643
    {'conductor': 16, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 54043195696218176, 'source_is_minimal': False, 'source_label': '64.10.a.m.1.2', 'source_level': 64, 'target_conrey_index': 129, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 63050463670436096, 'target_is_minimal': False, 'target_label': '256.10.b.o.129.4', 'target_level': 256, 'twist_class_label': '32.10.a.b.1.1', 'twist_class_level': 32, 'twisting_char_label': '16.13', 'twisting_conrey_index': 13, 'weight': 10}
  • id: 47553644
    {'conductor': 24, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 54043195696218176, 'source_is_minimal': False, 'source_label': '64.10.a.m.1.2', 'source_level': 64, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510799049883936, 'target_is_minimal': False, 'target_label': '288.10.a.d.1.1', 'target_level': 288, 'twist_class_label': '32.10.a.b.1.1', 'twist_class_level': 32, 'twisting_char_label': '24.5', 'twisting_conrey_index': 5, 'weight': 10}
  • id: 47553645
    {'conductor': 24, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 54043195696218176, 'source_is_minimal': False, 'source_label': '64.10.a.m.1.2', 'source_level': 64, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398677254432, 'target_is_minimal': False, 'target_label': '288.10.a.e.1.1', 'target_level': 288, 'twist_class_label': '32.10.a.b.1.1', 'twist_class_level': 32, 'twisting_char_label': '24.11', 'twisting_conrey_index': 11, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 206800
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 54043195696218176, 'p': 2}
  • id: 206801
    {'charpoly_factorization': [[[-19392, -176, 1], 1]], 'hecke_orbit_code': 54043195696218176, 'p': 3}
  • id: 206802
    {'charpoly_factorization': [[[-1243900, 1404, 1], 1]], 'hecke_orbit_code': 54043195696218176, 'p': 5}
  • id: 206803
    {'charpoly_factorization': [[[-775936, 2784, 1], 1]], 'hecke_orbit_code': 54043195696218176, 'p': 7}
  • id: 206804
    {'charpoly_factorization': [[[-1512313280, 6896, 1], 1]], 'hecke_orbit_code': 54043195696218176, 'p': 11}
  • id: 206805
    {'charpoly_factorization': [[[-2122689500, -45556, 1], 1]], 'hecke_orbit_code': 54043195696218176, 'p': 13}
  • id: 206806
    {'charpoly_factorization': [[[-82369272060, 472188, 1], 1]], 'hecke_orbit_code': 54043195696218176, 'p': 17}
  • id: 206807
    {'charpoly_factorization': [[[-155907874240, -780912, 1], 1]], 'hecke_orbit_code': 54043195696218176, 'p': 19}
  • id: 206808
    {'charpoly_factorization': [[[3749054517504, 3883680, 1], 1]], 'hecke_orbit_code': 54043195696218176, 'p': 23}
  • id: 206809
    {'charpoly_factorization': [[[3815221031012, 3909612, 1], 1]], 'hecke_orbit_code': 54043195696218176, 'p': 29}
  • id: 206810
    {'charpoly_factorization': [[[-3700975267840, 4857216, 1], 1]], 'hecke_orbit_code': 54043195696218176, 'p': 31}
  • id: 206811
    {'charpoly_factorization': [[[-69191706749180, 8608892, 1], 1]], 'hecke_orbit_code': 54043195696218176, 'p': 37}
  • id: 206812
    {'charpoly_factorization': [[[259358357190500, 32359020, 1], 1]], 'hecke_orbit_code': 54043195696218176, 'p': 41}
  • id: 206813
    {'charpoly_factorization': [[[239229098234432, 32230512, 1], 1]], 'hecke_orbit_code': 54043195696218176, 'p': 43}
  • id: 206814
    {'charpoly_factorization': [[[-1828150845799424, -20943040, 1], 1]], 'hecke_orbit_code': 54043195696218176, 'p': 47}
  • id: 206815
    {'charpoly_factorization': [[[-1458311050693180, 51108252, 1], 1]], 'hecke_orbit_code': 54043195696218176, 'p': 53}
  • id: 206816
    {'charpoly_factorization': [[[-6722205235160000, -63098960, 1], 1]], 'hecke_orbit_code': 54043195696218176, 'p': 59}
  • id: 206817
    {'charpoly_factorization': [[[-12087696282641820, 25048812, 1], 1]], 'hecke_orbit_code': 54043195696218176, 'p': 61}
  • id: 206818
    {'charpoly_factorization': [[[12448651250910272, -224200368, 1], 1]], 'hecke_orbit_code': 54043195696218176, 'p': 67}
  • id: 206819
    {'charpoly_factorization': [[[-99025353225824000, 6805472, 1], 1]], 'hecke_orbit_code': 54043195696218176, 'p': 71}
  • id: 206820
    {'charpoly_factorization': [[[111877772926500, 23217420, 1], 1]], 'hecke_orbit_code': 54043195696218176, 'p': 73}
  • id: 206821
    {'charpoly_factorization': [[[106456525355156480, 726598848, 1], 1]], 'hecke_orbit_code': 54043195696218176, 'p': 79}
  • id: 206822
    {'charpoly_factorization': [[[-63017614856871360, -27482736, 1], 1]], 'hecke_orbit_code': 54043195696218176, 'p': 83}
  • id: 206823
    {'charpoly_factorization': [[[-341365916069083036, 71429100, 1], 1]], 'hecke_orbit_code': 54043195696218176, 'p': 89}
  • id: 206824
    {'charpoly_factorization': [[[819561540690079300, -1850743460, 1], 1]], 'hecke_orbit_code': 54043195696218176, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 1, 'hecke_orbit': 13, 'label': '64.10.a.m', 'level': 64, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 58058491
    {'hecke_orbit_code': 54043195696218176, 'n': 1, 'trace_an': 2}
  • id: 58058492
    {'hecke_orbit_code': 54043195696218176, 'n': 2, 'trace_an': 0}
  • id: 58058493
    {'hecke_orbit_code': 54043195696218176, 'n': 3, 'trace_an': 176}
  • id: 58058494
    {'hecke_orbit_code': 54043195696218176, 'n': 4, 'trace_an': 0}
  • id: 58058495
    {'hecke_orbit_code': 54043195696218176, 'n': 5, 'trace_an': -1404}
  • id: 58058496
    {'hecke_orbit_code': 54043195696218176, 'n': 6, 'trace_an': 0}
  • id: 58058497
    {'hecke_orbit_code': 54043195696218176, 'n': 7, 'trace_an': -2784}
  • id: 58058498
    {'hecke_orbit_code': 54043195696218176, 'n': 8, 'trace_an': 0}
  • id: 58058499
    {'hecke_orbit_code': 54043195696218176, 'n': 9, 'trace_an': 30394}
  • id: 58058500
    {'hecke_orbit_code': 54043195696218176, 'n': 10, 'trace_an': 0}
  • id: 58058501
    {'hecke_orbit_code': 54043195696218176, 'n': 11, 'trace_an': -6896}
  • id: 58058502
    {'hecke_orbit_code': 54043195696218176, 'n': 12, 'trace_an': 0}
  • id: 58058503
    {'hecke_orbit_code': 54043195696218176, 'n': 13, 'trace_an': 45556}
  • id: 58058504
    {'hecke_orbit_code': 54043195696218176, 'n': 14, 'trace_an': 0}
  • id: 58058505
    {'hecke_orbit_code': 54043195696218176, 'n': 15, 'trace_an': -557728}
  • id: 58058506
    {'hecke_orbit_code': 54043195696218176, 'n': 16, 'trace_an': 0}
  • id: 58058507
    {'hecke_orbit_code': 54043195696218176, 'n': 17, 'trace_an': -472188}
  • id: 58058508
    {'hecke_orbit_code': 54043195696218176, 'n': 18, 'trace_an': 0}
  • id: 58058509
    {'hecke_orbit_code': 54043195696218176, 'n': 19, 'trace_an': 780912}
  • id: 58058510
    {'hecke_orbit_code': 54043195696218176, 'n': 20, 'trace_an': 0}
  • id: 58058511
    {'hecke_orbit_code': 54043195696218176, 'n': 21, 'trace_an': -787712}
  • id: 58058512
    {'hecke_orbit_code': 54043195696218176, 'n': 22, 'trace_an': 0}
  • id: 58058513
    {'hecke_orbit_code': 54043195696218176, 'n': 23, 'trace_an': -3883680}
  • id: 58058514
    {'hecke_orbit_code': 54043195696218176, 'n': 24, 'trace_an': 0}
  • id: 58058515
    {'hecke_orbit_code': 54043195696218176, 'n': 25, 'trace_an': 552766}
  • id: 58058516
    {'hecke_orbit_code': 54043195696218176, 'n': 26, 'trace_an': 0}
  • id: 58058517
    {'hecke_orbit_code': 54043195696218176, 'n': 27, 'trace_an': 8762336}
  • id: 58058518
    {'hecke_orbit_code': 54043195696218176, 'n': 28, 'trace_an': 0}
  • id: 58058519
    {'hecke_orbit_code': 54043195696218176, 'n': 29, 'trace_an': -3909612}
  • id: 58058520
    {'hecke_orbit_code': 54043195696218176, 'n': 30, 'trace_an': 0}
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